PAL

Ptolemaeus Arabus et Latinus

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Ptolemy, Almagesti (tr. Gerard of Cremona)

Venice, Petrus Liechtenstein, 1515 · 29r

Facsimile

Tabula medii motus Solis

Motus Solis medius in annis coniunctis
Motus Solis medius in annis disgregatis
Motus Solis medius in mensibus
Anni
coniuncti
Partes
Minuta
Secunda
Tertia
Quarta
Quinta
Sexta
Anni
disgregati
Partes
Minuta
Secunda
Tertia
Quarta
Quinta
Sexta
Menses
Partes
Minuta
Secunda
Tertia
Quarta
Quinta
Sexta
18
36
54
355
351
346
37
14
52
25
51
16
36
12
49
20
41
1
34
9
43
30
0
30
1
2
3
359
359
359
45
30
16
24
49
14
45
30
16
21
42
3
8
17
25
35
10
45
30
60
90
29
59
88
34
8
42
8
17
25
36
13
49
36
12
48
15
31
46
30
0
30
72
90
108
342
338
333
29
7
44
42
8
33
25
1
38
22
42
3
18
52
27
0
30
0
4
5
6
359
358
358
1
47
32
39
3
28
1
46
32
24
45
6
34
42
51
20
55
30
120
150
180
118
147
177
16
50
24
34
43
51
26
3
39
25
1
37
2
17
33
0
30
0
126
144
162
329
324
320
21
59
36
59
24
50
14
50
27
24
44
5
1
36
10
30
0
30
7
8
9
358
358
357
17
3
48
53
18
42
17
2
48
28
49
10
0
8
17
5
40
15
210
240
270
206
236
266
59
33
7
0
8
17
16
52
29
13
50
26
48
4
19
30
0
30
180
198
216
316
311
307
14
51
29
16
41
7
3
39
16
25
46
6
45
19
54
0
30
0
10
11
12
357
357
357
34
19
4
7
32
57
33
18
4
31
52
13
25
34
43
50
25
0
300
330
360
295
325
354
41
15
49
26
34
43
6
42
19
2
38
15
35
50
6
0
30
0
234
252
270
303
298
294
6
43
21
32
58
24
52
28
5
27
48
8
28
3
37
30
0
30
13
14
15
356
356
356
50
35
21
21
46
11
49
34
20
34
56
17
51
0
8
35
10
45
Motus Solis medius in diebus
Dies
Partes
Minuta
Secunda
Tertia
Quarta
Quinta
Sexta
288
306
324
289
285
281
58
36
13
49
15
40
41
17
54
29
49
10
12
46
21
0
30
0
16
17
18
356
356
355
6
52
37
36
0
25
5
50
36
38
59
20
17
25
34
20
55
30
1
2
3
0
1
2
59
58
57
8
16
24
17
34
51
13
26
39
12
25
37
31
2
33
342
360
378
276
272
268
51
28
5
6
32
57
30
6
43
30
51
12
55
30
4
30
0
30
Motus Solis medius in horis
4
5
6
3
4
5
56
55
54
33
41
49
8
26
43
52
6
19
50
2
15
4
35
6
Hore
Partes
Minuta
Secunda 2 M.
Tertia 3 M.
Quarta
Quinta
Sexta
396
414
432
263
259
254
43
20
58
23
48
14
19
55
32
32
53
13
39
13
48
0
30
0
1
2
3
0
0
0
2
4
7
27
55
23
50
41
32
43
26
9
3
6
9
1
2
3
7
8
9
6
7
8
53
53
52
58
6
14
0
17
34
32
45
58
27
40
52
37
8
39
450
468
486
250
246
241
35
13
50
40
5
31
8
44
21
34
54
15
22
57
31
30
0
30
4
5
6
0
0
0
9
12
14
51
19
47
22
13
4
52
35
18
12
15
18
5
6
7
10
11
12
9
10
11
51
50
49
22
31
39
52
9
26
12
25
38
5
17
30
10
41
12
504
522
540
237
233
228
27
5
42
56
22
48
57
33
10
36
56
17
6
40
15
0
30
0
7
8
9
0
0
0
17
19
22
14
42
10
55
45
36
1
44
27
21
24
27
9
10
11
13
14
15
12
13
14
48
47
47
47
56
4
43
1
18
51
4
18
42
55
7
43
14
45
558
576
594
224
219
215
20
57
35
13
39
4
46
22
59
37
58
18
49
24
58
30
0
30
10
11
12
0
0
0
24
27
29
38
6
34
27
17
8
10
53
36
30
33
36
12
14
15
16
17
18
15
16
17
46
45
44
12
20
29
35
52
9
31
44
57
20
32
45
16
47
18
612
630
648
211
206
202
12
49
27
30
56
21
35
12
48
39
0
20
33
7
42
0
30
0
13
14
15
0
0
0
32
34
36
1
29
57
59
50
40
19
2
45
39
42
45
16
18
19
19
20
21
18
19
20
43
42
41
37
45
54
27
44
1
10
24
37
57
10
22
49
20
51
666
684
702
198
193
189
4
42
19
47
13
38
24
1
37
41
1
22
16
51
25
30
0
30
16
17
18
0
0
0
39
41
44
25
53
21
31
22
12
28
11
54
48
51
54
20
21
23
22
23
24
21
22
23
41
40
39
2
10
18
18
36
53
50
3
17
35
47
0
22
53
24
720
738
756
184
180
176
57
34
11
4
29
55
13
50
26
43
3
24
0
34
9
0
30
0
19
20
21
0
0
0
46
49
51
49
16
44
3
54
45
37
21
4
57
0
3
24
25
27
25
26
27
24
25
26
38
37
36
27
35
43
10
27
44
30
43
56
12
25
37
55
26
57
774
792
810
171
167
163
49
26
4
21
47
13
2
39
15
44
5
25
43
18
52
30
0
30
22
23
24
0
0
0
54
56
59
12
40
8
35
26
17
47
30
13
6
9
12
28
29
31
28
29
30
27
28
29
35
35
34
52
0
8
2
19
36
9
23
36
50
2
15
28
59
30

⟨III.3⟩ Capitulum tertium: De scientia modorum motus revolubilis convenientis

Quia autem ea que iam narravimus consequitur ut demonstremus ea que videntur et apparent de diversitate motus Solis, vidimus ut premittamus sermonem universalem. Dicam ergo quod motus Solis et motus stellarum retrogradarum in celo, qui sunt secundum continuitatem signorum, et motus localis totius, qui est econtrario illorum, omnes sunt secundum revolutionem et equalitatem et convenientes secundum naturam, scilicet quod linee recte que sunt elongationes stellarum a centris orbium ipsarum quas imaginamur movere stellas aut movere orbes ipsarum in temporibus equalibus faciunt angulos qui sunt apud centrum cuiuscunque circulorum earum equales, et quod diversitas que apparet in eis non est nisi secundum loca et ordines circulorum qui sunt in sphera cuiusque earum supra quos sunt earum motus. Et neque aliquid eorum que imaginamur, scilicet quod sit contrarium permanentie eternitatis motuum earum sicut diversitas estimata, accidit in eis vere et neque accidit nisi secundum imaginationem. Causam vero estimationis huius diversita